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The influence of surface forces on shear-induced tracer diffusion in mono and bidisperse suspensions

机译:表面力对单分散和双分散悬浮液中剪切诱导的示踪剂扩散的影响

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The shear-induced self-diffusivity of tracer particles of radius a(t) = lambda a in a suspension of particles having a radius, a , is calculated by Stokesian dynamics for different values of the size ratio, lambda , both in 2 and 3 dimensions in the binary-collision regime. The self-diffusion is found to decrease strongly when the size ratio becomes quite different from unity. On the other hand, for the same average distance of contact between two spheres, the presence of a soft force always increases greatly the diffusion compared to the effect of a hard shell which is used to model the roughness. This is particularly true for tracer particles smaller than the bath particles, where the shear-induced diffusion can be increased by many order of magnitudes in the presence of a soft force. For suspensions of monodisperse particles we show that, for low volume fraction, the diffusion coefficient is much smaller than the one predicted by the binary collision model, due to the existence of a layered structure. On the contrary at higher volume fraction, many-body collisions strongly enhance the diffusion and it appears that the value of the diffusion is quite sensitive to the presence of clusters of particles which are themselves determined by the range of interparticle forces.
机译:半径为a(t)=λa的示踪粒子在具有半径a的粒子的悬浮液中的剪切诱导自扩散性是通过斯托克斯动力学针对2和3中不同的尺寸比lambda值计算得出的二元碰撞机制中的尺寸。当尺寸比变得与单位非常不同时,发现自扩散会大大降低。另一方面,对于两个球体之间相同的平均接触距离,与用来模拟粗糙度的硬壳效果相比,软力的存在总是会大大增加扩散。对于小于浴颗粒的示踪剂颗粒尤其如此,其中在软力的存在下,剪切诱导的扩散可以增加许多数量级。对于单分散颗粒的悬浮液,我们表明,对于低体积分数,由于存在分层结构,因此扩散系数比二元碰撞模型预测的扩散系数小得多。相反,在较高的体积分数下,多体碰撞强烈地增强了扩散,并且看来扩散的值对粒子簇的存在非常敏感,而粒子簇本身是由粒子间作用力的范围决定的。

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